{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from matplotlib import pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "legend()绘制图例\n",
    "\n",
    "位置|字符串表示|整数数字表示\n",
    ":-|:-|:-\n",
    "自适应|Best|0\n",
    "右上方|upper right|1\n",
    "左上方|upper left|2\n",
    "左下|lower left|3\n",
    "右下|lower right|4\n",
    "右侧|right|5\n",
    "居中靠左|center left|6\n",
    "居中靠右|center right|7\n",
    "底部居中|lower center|8\n",
    "上部居中|upper center|9\n",
    "中部|center|10"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 384x384 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "y = [1, 4, 9, 16, 25,36,49, 64]\n",
    "x1 = [1, 16, 30, 42,55, 68, 77,88]\n",
    "x2 = [1,6,12,18,28, 40, 52, 65]\n",
    "\n",
    "fig = plt.figure(figsize = (4,4),dpi=96)\n",
    "ax = fig.add_axes([0,0,1,1])\n",
    "l1 = ax.plot(x1,y,'ys-') \n",
    "l2 = ax.plot(x2,y,'go--') \n",
    "\n",
    "ax.legend(labels=(\"tv\",\"tel\"),loc=4)\n",
    "plt.title(\"user number\")\n",
    "ax.set_xlabel(\"medium\")\n",
    "ax.set_ylabel(\"users_number\")\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
